Question: Eulerian circuits (10 marks) A graph is an even graph if every vertex has even degree. Prove that every even graph decomposes into cycles. That

 Eulerian circuits (10 marks) A graph is an even graph if

Eulerian circuits (10 marks) A graph is an even graph if every vertex has even degree. Prove that every even graph decomposes into cycles. That is, the edges of the graph can be partitioned into sets, and each set corresponds to the edges of a cycle of G. Note that the graph is not necessarily simple, so it can have multiple edges and loops

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